Title of article
Basis of Fuzzy Generalized Topological Space
Author/Authors
Razouki ، Abdelhak Department of Mathematics and Computer Science - Faculty of Sciences Dhar El mahraz - Sidi Mohamed Ben Abdellah University
From page
347
To page
361
Abstract
This paper studies the concept of fuzzy generalized topologies, which are generalizations of smooth topologies and Chang’s fuzzy topologies. A basis of fuzzy generalized topological space will be defined as functions from the family of all fuzzy subsets of a non-empty set X to [0, 1] and some basic properties of their struc-ture will be obtained. Some characterizations of the basis of fuzzy generalized topology, fuzzy generalized cotopology and the product of fuzzy generalized topological spaces will also be shown.
Keywords
Fuzzy sets , Fuzzy generalized , Basis , Cotopology , continuity , Weakly fuzzy , Openness , Closedness , Gradation , product
Journal title
Sahand Communications in Mathematical Analysis
Journal title
Sahand Communications in Mathematical Analysis
Record number
2754344
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